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Validation of an Agent-based Civil Violence Model

Validation of an Agent-based Civil Violence Model. Michael Jaye , Ph.D. COL Robert Burks, Ph.D. Model Validation. Validation: ascertains whether or not a model represents and correctly reproduces behaviors of the intended real-world system Required by some agencies

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Validation of an Agent-based Civil Violence Model

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  1. Validation of an Agent-based Civil Violence Model Michael Jaye, Ph.D. COL Robert Burks, Ph.D.

  2. Model Validation • Validation: ascertains whether or not a model represents and correctly reproduces behaviors of the intended real-world system • Required by some agencies • Agent-based model (ABM) validation: • Is the process of ABM validation different than that for any other model? • Defense-related validation work: • Appleget, et.al, “Irregular Warfare Model Validation Best Practices Guide” • USMC “Agent-Based Simulation Verification, Validation, and Accreditation Framework Study”

  3. Model Validation Conceptual Validation • Establishes credibility of model • Underlying theories • Structure, logic • Sufficiently accurate for intended purpose • Includes submodel(s) • Must be well-documented Operational Validation • Establishes that output behavior has accuracy required for model’s intended purpose • Techniques vary – depend on system of interest (observable) and approach (subjective/objective); include statistical comparison, face validation (SME), docking, etc.

  4. Agent-Based Model Validation Conceptual Validation • Establishes credibility of model • Underlying theories • Structure, logic • Sufficiently accurate for intended purpose • Includes submodel(s) • Must be well-documented • Must include the rules by which agents behave & operate Operational Validation • Establishes that output behavior has accuracy required for model’s intended purpose • Techniques vary – depend on system of interest (observable) and approach (subjective/objective); include statistical comparison, face validation (SME), docking, etc.

  5. Insurgencies • Dynamic interaction between competing sides over contested political space. • Theories include • Gurr, Why Men Rebel (Relative Deprivation & Cognitive Dissonance) • Leites & Wolf, “Rebellion and Authority: An analytic essay on insurgent conflicts” (Insurgency analyzed as a system) • Kuran, “Sparks and prairie fires: A theory of unanticipated political revolution” (Preference Falsification) • McCormick, “Revolutionary origins and conditional mobilization” (Expected Cost) • Epstein, “Modeling civil violence: An agent-based computational approach” (Legitimacy, Hardship, Repression)

  6. Two Conceptual Models • Epstein’s Civil Violenceagent-based model (ABM) implementation, with extensions • A member of the general population considers grievance, government (il-) legitimacy, “momentum”, risk aversion in the determination of whether or not to rebel • S-I-R-S Ordinary Differential Equation (ODE) model • Likens insurgency spread to that of an infectious disease

  7. Civil Violence Model Agent Specification • Members of fixed (no births/deaths) population may be: • Inactive (not rebelling) • Actively rebelling • Jailed • Moving (randomly) to open space (Moore neighborhood) within “vision” • At end of jail term, agents return to population as inactive • Political grievance a function of hardship and regime illegitimacy • Agents decide to rebel based on: • Risk aversion • Hardship • Government illegitimacy • Arrest probability • Some threshold value Two Types of Agents State (“Cop”) General Population

  8. Civil Violence Model State Agent Specification • Number of state agents (“cops”) specified and fixed • Move randomly (Moore neighborhood) • Can arrest active agents within some “vision” radius • Arrested agent’s jail time is random, up to some max • Jailed agent location frozen • Freed agent re-enters as inactive agent

  9. ABM Conceptual Model Agent Rules Agent Rules • If (G – N) > T, become active (join rebellion); otherwise remain inactive. • G = H(1 – L) • N = R(1 – exp[-k(C/A)v] • H and R are assigned from U[0, 1] • T is a threshold value, v is the agent “vision” radius, and k is a constant, each user prescribed • Cop arrest rule: each turn, arrest one active agent chosen randomly from those within cop “vision” radius

  10. S-I-R-S Conceptual Model Many published works consider insurgency growth as the spread of an infectious disease • Inactive - or Susceptible ( S ) - agents interact and can become part of insurgency, thereby Infected ( I ) • Infected agents can be Removed ( R ); e.g. jail • After serving jail term, agents revert back to Susceptible • Insurgency spreads from S to I to R, then back to S • Assume fixed population (no births, deaths) Yields a system of ordinary differential equations (ODEs)

  11. S-I-R-S System of ODEs Now Rebelling Susceptible Released from Jail Actively Rebelling Infected Arrested Removed With initial conditions:

  12. S-I-R-S Analysis Solution Trajectories I(t) Stable equilibrium condition in first quadrant (only meaningful quadrant) S(t) • Implications • Revolutionary ideas persist • Herd immunity can be achieved due to indoctrination/repression

  13. S-I-R-S Analysis (Cont.) Solution Trajectories Slight oscillation, equilibrium conditions attained Susceptible Population Currently Arrested Actively Rebelling

  14. Civil Violence ABM Implementation NETLOGO implementation (Initial Setup) User Interface Screen

  15. Civil Violence ABM (Cont.) NETLOGO implementation (65 Time Steps)

  16. Civil Violence ABM (Cont.) Slight oscillation, equilibrium conditions attained

  17. “Docking” Civil Violence ABM & S-I-R-S Model Result ODE Model Solution ABM Implementation “Docking” results of two models is a means toward establishing operational validity.

  18. Additional ABM Results ABM results - not attainable from the ODE model - observed behavior - riots Agent vision 8 Cop vision 8 Punctuated Equilibrium

  19. Additional ABM Results (Cont.) ABM results - not attainable from the ODE model - observed behavior - revolutionary war Agent vision 10 Cop vision 1 Average active agents ≈ 6

  20. Additional ABM Results (Cont.) “Sparks and Prairie Fires” A Spark set off a sudden rebellion Equilibrium shift = Revolution! New equilibrium: average active Agents ≈ 120 Mechanism: Threshold is a function Of agent vision radius

  21. Further establishing operational (face) validity “When Do Institutions Suddenly Collapse? Zones of Knowledge and the Likelihood of Political Cascades” –Ian Lustick, Dan Miodownik • Considers “zones of knowledge”, small worlds (flash mobs) • Neighborhood size – akin to “vision” radius • Cascades and threshold behaviors related

  22. Further establishing operational (statistical) validity “Empirical Performance of a Decentralized Civil Violence Model” –Klemens, Epstein, Hammond, Raifman • Examines Hardship, Legitimacy, Repression • Draws from Political Instability Task Force data set • Findings: • model’s explanatory power supported at high significance • - results robust across a variety of statistical instruments

  23. Future Work • Stressing other insurgency theories through ABM implementation. • Kuran: agent preference falsification • McCormick: effect of insurgent violence on agent expectation • Validation ‘best practices’

  24. Questions? Comments?

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